色散非线性损耗光纤中脉冲的级联有效值特性和平均动态

N. Bélanger, P. Bélanger
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引用次数: 0

摘要

给出了更精确的方程,描述了三个均方根参数在平均孤子状态下的传播规律。这些方程可以从一段光纤级联到另一段光纤,这使得它们在设计色散图时非常有用。最后,将平均孤子动力学推广到任何脉冲形状,即使双曲正割似乎是最优情况。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Cascadable rms characteristics and average dynamic of pulses in dispersive nonlinear lossy fibers
More accurate equations describing the propagation law of the three rms parameters in average- soliton regime are presented. These equations are cascadable from a piece of fiber to another making them useful for designing dispersion maps. Finally, the average soliton dynamic is generalized to any pulse shape even if the hyperbolic secant seems to be the optimal case.
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